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<p>Először is szerezzen be egy API-kulcsot a ChatGPT használatához a GPTNOADS alkalmazásban az alábbi lépések végrehajtásával:</p>
<p><b>1. lépés: Regisztráljon OpenAI-fiókot</b><br/>Ha még nem tette meg, keresse fel az OpenAI webhelyet (https://openai.com), és hozzon létre egy fiókot. Adja meg a szükséges információkat, és fejezze be a regisztrációs folyamatot.</p>
<p><b>2. lépés: Keresse meg az OpenAI fejlesztői irányítópultot</b><br/>Miután sikeresen regisztrált és bejelentkezett OpenAI-fiókjába, navigáljon az OpenAI Developer Dashboard oldalára. Itt kezelheti API-kulcsait, és hozzáférhet a releváns információkhoz.</p>
<p><b>3. lépés: Hozzon létre egy új API-kulcsot</b><br/>A fejlesztői irányítópulton keresse meg az „API-kulcsok” részt, és kattintson rá. Ezután kattintson az „Új kulcs” gombra, hogy új API-kulcsot hozzon létre kifejezetten az Ön Android-alkalmazásához.</p>
<p><b>4. lépés: Adja meg a szükséges adatokat</b><br/>Adja meg az API-kulcs következő nevét: „GPTNOADS”, hogy segítsen azonosítani a célját. Ha szeretné, megadhatja a GPTNOADS alkalmazás vonatkozó használati adatait, például a tervezett használati esetet és minden egyéb vonatkozó információt.</p>
<p><b>5. lépés: Tekintse át és fogadja el az OpenAI feltételeit</b><br/>Győződjön meg róla, hogy alaposan tekintse át az OpenAI szolgáltatási feltételeit és az elfogadható használati szabályzatot. Miután megértette és elfogadta a feltételeket, folytassa a megfelelőség elismerésével.</p>
<p><b>6. lépés: Az API-kulcs lekérése</b><br/>A feltételek elfogadása után létrejön az API-kulcs. Ügyeljen arra, hogy másolja és biztonságosan tárolja ezt a kulcsot, mivel hozzáférést biztosít a ChatGPT API-hoz.</p>
<p><b>7. lépés: Integrálja az API-kulcsot a GPTNOADS-alkalmazásba</b><br/>A GPTNOADS menüben válassza az „API-kulcs” lehetőséget, majd írja be kézzel a kulcsot.</p>
<p><b>8. lépés: Tesztelje és finomítsa az integrációt</b><br/>A GPTNOADS alkalmazásba integrált API-kulccsal kezdje meg a tesztelést egy egyszerű kérdéssel, például: „Franciaország fővárosa”, és figyelje meg a válasz. Hibaüzenet esetén ellenőrizze, hogy a megfelelő kulcsot adta-e meg. Ez egy hosszú alfanumerikus kód, ezért előfordulhat, hogy nem sikerül helyesen beírni, ellenőrizze a nulla (0) és az O betű közötti különbséget. A kulcs beírása után a válasz megjelenik a képernyőn.</p>
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/>
<hr/>
<h2>Menü</h2>
<p><b>előzmények</b><br/>
A válasz területén megjeleníti a felhasználó összes korábban kitöltött kérdését és válaszát.
</p>
<p><b>visszaállítás</b><br/>
Tisztítsa meg a kérdés és válasz területeket.
</p>
<p><b>paraméterek</b><br/>
Az első választás a modellre vonatkozik, két modell létezik:<br/>
gpt-4 és gpt-3.5-turbo<br/>
A gpt-4 a legerősebb modell, de alacsonyabb és drágább is a gpt-3.5-turbóhoz képest<br/>
A gpt-3.5-turbo gyors, olcsóbb, de kevésbé pontos, mint a gpt-4<br/>
A modellek gyorsan fejlődnek, ezért jobb, ha a hivatalos oldalakat keresi<br/>
A modellek teljes leírása angol nyelven: https://platform.openai.com/docs/models/overview<br/>
A költségekre vonatkozó angol nyelvű magyarázatok ugyanabban a dokumentumban a „Tokenek” részben találhatók.<br/>
Más paraméterek is rendelkezésre állnak a tesztelni akaró szakemberek számára. Óvatosan használja, mert tudnia kell, hogyan működnek a zavarok elkerülése érdekében. Ne használja őket, ha nem tudja, hogyan kell csinálni.<br/>
A paraméterek teljes magyarázata angol nyelven itt:<br/>
https://platform.openai.com/docs/api-reference/completions/create
</p>
<p><b>nyelv</b><br/>
18 nyelv áll rendelkezésre. Több igény szerint.
</p>
<p><b>API-kulcs</b><br/>
Ide beillesztheti személyes API-kulcsát. Tekintse meg a súgórész tetején található magyarázatokat, hogy megtudja, hogyan szerezheti be az API-kulcsot.<br/>
Oldal, ahol regisztrálni lehet:<br/>
https://openai.com/<br/>
Bejelentkezés után szerezze be az API-kulcsot: https://platform.openai.com/<br/>
Kattintson a fiók nevére, amely általában a képernyő jobb felső sarkában található, válassza az "API-kulcsok megtekintése" lehetőséget, és hozza létre az API-kulcsot.
</p>
<p><b>Súgó</b><br/>
Ezt a képernyőt
</p>
<hr/>